OVERVIEW
This is a 3-semester full-time course, which comprises 42 credits that include 4 mathematics core subjects (12 credits), 2 elective engineering subjects (6 credits), 1 University subject (3credits) and a dissertations(6 + 15 credits).
PROGRAMME STRUCTURE
SEMESTER 1
Subject Code | Subjects | Credit |
UVJ1173** | Japanese Language 1 | 3 |
MSJ 1523 | Methods of Engineering Mathematics | 3 |
MSJ 1513 | Partial Differential Equations | 3 |
Mxx xxx3 | Engineering Elective Courses | 3 |
TOTAL CREDITS |
12 |
** University compulsory subject
SEMESTER 2
Subject Code | Subjects | Credit |
MSJ 1753
MSJ 1713 MSJ 1733 |
Fluid Mechanics and Heat Transfer
Statistical Modeling and Simulation Choose one Soliton and Non-Linear Waves |
3 |
MSJ 1533 | Numerical Methods in Engineering | 3 |
Mxx xxx3 | Engineering Elective Courses | 3 |
MSJ 1180 | Dissertation | 6 |
TOTAL CREDITS |
15 |
SEMESTER 3
Subject Code | Subjects | Credit |
MSJ 1280/XYZ0 | Dissertation | 15 |
TOTAL CREDITS |
15 |
Note: X – 1, 2 or 3 Y – 1, 2 Z – 8 (full time), 9 (part time)
Starting from MSJ 1180 or MSJ 1190, the Dissertation code follows accordingly until you have completed your Dissertation, i.e.
MSJ 1180, MSJ 1280, MSJ 2180, MSJ 2280, MSJ3180 (full time)
or
MSJ 1190, MSJ 1290, MSJ2190, MSJ 2290, MSJ3190, … (part time)
Specialized topics for the projects are selected from ongoing research projects carried out in the Engineering Faculties or in the Department of Mathematical Sciences. Topics will have substantial combination of mathematics and engineering aspects. Students will conduct this research project, demonstrating their ability to critically evaluate existing research literature, to place the research into a theoretical and practical context and to exhibit knowledge and understanding of Engineering Mathematics.
ENTRY REQUIREMENT
- A degree of Bachelor of Science or Bachelor of Engineering with good honours in a related field, or
- A recognized degree of Bachelor of Science or Bachelor of Engineering, with at least two years job experience in related fields.